## What is the contribution of Apollonius of Perga to conic section?

Apollonius of Perga was known as ‘The Great Geometer’. Little is known of his life but his works have had a very great influence on the development of mathematics, in particular his famous book Conics introduced terms which are familiar to us today such as parabola, ellipse and hyperbola.

## Who was Apollonius and what was his contribution to math?

Apollonius was a prolific geometer, turning out a large number of works. Only one survives, Conics. Of its eight books, only the first four have a credible claim to descent from the original texts of Apollonius.

**Where is Apollonius of Perga from?**

TurkeyApollonius of Perga / Place of birth (Perge Ancient City)Turkey or Türkiye, officially the Republic of Türkiye, is a transcontinental country located mainly on the Anatolian Peninsula in Western Asia, with a small portion on the Balkan Peninsula in Southeast Europe. Wikipedia

**What does Apollonius mean?**

In Biblical Names the meaning of the name Apollonius is: Destroying.

### Where is perga?

Turkey

Perga, Greek Perge, modern Murtina or Murtana, ancient city of Pamphylia, now in Antalya il (province), Turkey. It was a centre of native culture and was a seat of the worship of “Queen” Artemis, a purely Anatolian nature goddess. Ancient ruins at Perga, Tur.

### Who discovered conic sections?

Menaechmus

Introduction. The knowledge of conic sections can be traced back to Ancient Greece. Menaechmus is credited with the discovery of conic sections around the years 360-350 B.C.; it is reported that he used them in his two solutions to the problem of “doubling the cube”.

**What is Apollonius known for?**

Apollonius of Perga, (born c. 240 bc, Perga, Pamphylia, Anatolia—died c. 190, Alexandria, Egypt), mathematician, known by his contemporaries as “the Great Geometer,” whose treatise Conics is one of the greatest scientific works from the ancient world.

**How do you pronounce Apollonius?**

Break ‘Apollonius’ down into sounds: [AP] + [UH] + [LOH] + [NEE] + [UHS] – say it out loud and exaggerate the sounds until you can consistently produce them.

#### What was perga known for?

Perge became renowned for the worship of Artemis, whose temple stood on a hill outside the town, and in whose honour annual festivals were celebrated. The region was conquered by the Romans in 188 BC.

#### What is modern day perga?

Perga, Greek Perge, modern Murtina or Murtana, ancient city of Pamphylia, now in Antalya il (province), Turkey.

**What is Apollonius best known for?**

**What is the history of conic sections?**

Introduction. The knowledge of conic sections can be traced back to Ancient Greece. Menaechmus is credited with the discovery of conic sections around the years 360-350 B.C.; it is reported that he used them in his two solutions to the problem of “doubling the cube”.

## How is a circle formed according to Apollonius?

The circles of Apollonius of a triangle are three circles, each of which passes through one vertex of the triangle and maintains a constant ratio of distances to the other two. The isodynamic points and Lemoine line of a triangle can be solved using these circles of Apollonius.

## Who is Apollonius of Perga?

… (Show more) Apollonius of Perga, (born c. 240 bc, Perga, Pamphylia, Anatolia—died c. 190, Alexandria, Egypt), mathematician, known by his contemporaries as “the Great Geometer,” whose treatise Conics is one of the greatest scientific works from the ancient world.

**What is Apollonius’s contribution to the study of conics?**

(Such considerations, with the introduction of a coordinate system, lead immediately to a complete characterization of the curvature properties of the conics.) The only other extant work of Apollonius is “Cutting Off of a Ratio,” in an Arabic translation.

**What does Apollonius mean by similar right cones?**

In Apollonius’ definitions at the beginning of Book VI, similar right cones have similar axial triangles. Similar sections and segments of sections are first of all in similar cones. In addition, for every abscissa of one must exist an abscissa in the other at the desired scale.

### How was the Apollonian problem solved?

In the 16th century, Vieta presented this problem (sometimes known as the Apollonian Problem) to Adrianus Romanus, who solved it with a hyperbola. Vieta thereupon proposed a simpler solution, eventually leading him to restore the whole of Apollonius’s treatise in the small work Apollonius Gallus (Paris, 1600).